Macroeconomics Lecture 2 National Income: Its Production
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Transcript Macroeconomics Lecture 2 National Income: Its Production
Institute of Economic Theories - University of Miskolc
Macroeconomics
Lecture 2
National Income: Its Production,
Distribution and Allocation
(Mankiw: Macroeconomics, chapter 3)
Andrea Gubik Safrany, PhD
Assistant professor
Mónika Orloczki
Assistant lecturer
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The circular flow diagram
Income
Private Savings
HOUSEHOLDS
Factor payments
Markets for Factors
of Production
Taxes
Financial
Markets
Government
deficit
Government
purchases
Consumption
FIRMS
GOVERNMENT
Markets for Goods
and Services
Investment
Firm revenue
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Closed economy National Income: Y=C+I+G
1. CONSUMPTION
• Income that the households receive=Y, the output of the economy
• Government taxes Y by an amout of T disposable income: the income
after the payment of all taxes, Y-T
• Disposable income is divided between consumption (C) and savings (S)
• Consumption is the function of disposable income C=C(Y-T)
• Consumption function: the relationship between consumption and
disposable income.
• Marginal propensity to consume (MPC): is the amount consumption
changes when disposable income increases by one dollar. 0<MPC<1
• Marginal propensity to save (MPS): the amount savings changes
when the disposable income increases by one dollar 0<MPC<1
• MPC+MPS=1
• The slope of the Consumption function tells us how much
consumption increases when disposable income increases by 1
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dollar the slope of C function is MPC
2. INVESTMENT
• The quantity of investment depends on the interest rate, which
measures the cost of the funds used to finance investment. For an
investment project to be profitable its return must exceed its cost.
• The interest rate is in inverse proportion to the investment goods
demanded.
• Nominal interest rate: the rate of interest that the investors pay to
borrow money.
• Real interest rate is the nominal interest rate corrected for the
effects of inflation. Real interest rate=Nominal interest rate - inflation.
• Investment depends on real interest rate I = I(r)
• Investment function: Shows the relationshipp between the interest
rate and the quantity of investement demanded. Its slope downwards
because as the interest rate increases, the quantity of investment
demanded decreases
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3. GOVERNMENT PURCHASE
• Transfers are opposite of taxes, because the households’ disposable
income is decreased by the tax, but increased by the transfers.
• T=tax-transfer (tax is income for the state but transfer is expenditure)
• If government purchases equal taxes minus transfers, then G = T, and
the government has a balanced budget.
• If G > T, then the government is running a budget deficit.
(government debt occurs)
• If G < T, then the government is running a budget surplus.
• We take the level of government spending and taxes as given.
exogenous variable they are fixed:
• The enogenous variables in our model will be consumption,
investment and interest rate.
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EQUILIBRIUM AND THE INTEREST RATE
What Brings the Supply and Demand for Goods and Services Into
Equilibrium?
1) Y = C + I + G
2) C = C(Y - T)
3) I = I(r)
4) G = G
5) T = T
Demand for Economy’s Output
Consumption Function
Real Investment Function
Government Purchases
Taxes
• Substituting all of our equations into the national income accounts
identity, we obtain: Y = C(Y - T) + I(r) + G
• As G and T are fixed, just like Y by the factors of production:
Y = C(Y - T) + I(r) + G
• At the equilibrium interest rate, the demand for goods and services
equals the supply.
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FINANCIAL MARKET
• Interest rate is the cost of borrowing and the return to lending in financial markets
• Y-C-G=I Y-C-G is the output that remains after the demands of the consumers
and the government are satisfied = national savings
• Savings=Investments
• (Y-T-C)+(T-G)=I private savings: Y-T-C, public savings: T-G
• National saving is the sum of private and public saving.
• Y - C (Y - T) - G = I(r)
S = I(r)
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Changes in savings: Effects of Fiscal policy
An Increase in Government Purchases: increase government purchases by an amount
DG, the immediate impact is to increase the demand for goods and services by DG.
Total output is fixed by the factors of production, the increase in government purchases
causes a decrease in some other category of demand. Because disposable Y-T is
unchanged, consumption is unchanged. The increase in government purchases causes
an equal decrease in investment. the interest rate must rise.
G rises r increases I decreases Government purchases crowd out investment.
A Decrease in Taxes: by DT raise of disposable income by DT and consumption by
an amount equal to DT times the MPC. The higher the MPC, the greater the impact of
the tax cut on consumption. Output is fixed, G is fixed, so increase in C means a
decrease in I, Like an increase in government purchases, tax cuts crowd out
investment and raise the interest rate.
Both fiscal policy decisions shifts the saving schedule to the left
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Changes in Investment Demand
An increase in the demand for investment goods shifts the investment
curve to the right. At any given interest rate, the amount of investment is greater. The
equilibrium moves. Because the amount of saving is fixed, the increase in investment
demand raises the interest rate while leaving the equilibrium amount of investment
unchanged.
When saving is positively related to the interest rate, as shown by the upward-sloping
S(r) curve, a rightward shift in the investment schedule I(r), increases the interest rate
and the amount of investment. The higher interest rate induces people to increase
saving, which in turn allows investment to increase.
S(r)
Real Interest rate,
r
B
A
I2
I1
Investment, Saving, I, S
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Identification problem
• Relationship between interest rate and investment:
1. fiscal policy S is increasing (shifts to the right), r is
decreasing, amount of I is increasing
2. tecnological innovation I is shifting to the right, S
unchanged, although the interest rate is increasing,
the investment amount will increase
3. mixed situation sometimes change in r is caused by
the change in S, sometimes by the change in I
difficult to identify the relationship between r and I
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